Smooth Stag Beetle

Smooth Stag Beetle

Lucanus placidus

Daily sighting probability ~10% · With luck
at Detroit

In 3 days ~30% in a week ~50%

26 Verified sightings at Detroit
May Best month

About the Smooth Stag Beetle

Lucanus placidus is a beetle of the family Lucanidae. It was described by American naturalist Thomas Say in 1825. Wikipedia →

Global Distribution

Parks Where Found

# Park Country Daily sighting probability

More parks will be added in future updates.

Cities Where Found

# City Country Daily sighting probability
1 Minneapolis [Saint Paul] 🇺🇸 United States
~10%
2 Detroit 🇺🇸 United States
~10%
3 Chicago 🇺🇸 United States
~10%
4 Toronto 🇨🇦 Canada
~10%

Before you go

What are the chances of seeing a Smooth Stag Beetle in Detroit?

With luck

About 10% of wildlife watchers report a Smooth Stag Beetle sighting in Detroit on a given day, based on 26 verified sightings from GBIF citizen-science data. It is the 73rd most-seen of the 268 insects we can rate there. Over three days the chance rises to about 30%, and over a week to about 50%, if each day is a fresh chance.

When is the best time to see a Smooth Stag Beetle in Detroit?

May

In that month about 30% of wildlife watchers report a Smooth Stag Beetle in Detroit on a given day, against under 5% in August to April, the lowest months.

Is Detroit the best place to see a Smooth Stag Beetle?

Among the best

Of the 4 cities where we can rate Smooth Stag Beetle sightings, Detroit ranks 2nd at about 10%, level with the leaders once rounded. The best odds are in Minneapolis [Saint Paul] (United States, about 10%).

Where does the Smooth Stag Beetle sighting chance come from?

GBIF citizen-science records

It is estimated from how often the Smooth Stag Beetle is recorded against all the insects logged in Detroit (26 verified sightings), calibrated against known sighting rates. Figures are rounded to the nearest 10% because citizen-science data supports honest approximations, not decimals, and months with records from fewer than five people show "—". How it works.

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